Descriptive Statistics Flashcards
Descriptive Statistics
Describe your data, as measured
In your sample
Inferential Statistics
Use your sample to make inferences about population, making decisions
Measures of Central Tendency
Mean, Mode, Median
Deviation
Difference between the mean and a data point
Sum of Squared Deviations
Adds all deviations in a data set together and squares to fix negative findings
Variance
Is the sum of squared deviations divided by n (number of data points). Issue is its in units squared
Standard Deviation (SD)
Square root of Variance
Margin of Error
Difference between sample mean and population mean
Standard Error
SD divided by the square root of n (number of data entries). Helps show whether sample mean is usable in calculating population mean. Equivalent to 68.2% confidence intervals.
95% Confidence Interval
The 95% confidence (95% CI) gives a more realistic idea of the interval likely to contain the population mean
The 95% CI is roughly twice the size of the SE
95%πΆπΌ=Β±1.96 ππ·/βπ
the mean + the confidence interval and the mean - the confidence interval are the bands